Suppose the firm in exercise 14.2 unexpectedly announces that it will issue additional debt, with the same seniority as existing debt and a face value of £50. The firm will use the entire proceeds to repurchase some of the outstanding shares. a What is the market price of the new debt? b Just after the announcement, what will the price of a share jump to?
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- Consider a two-date binomial model. A company has both debt and equity in its capital structure. The value of the company is 100 at Date 0. At Date 1, it is equally like that the value of the company increases by 20% or decreases by 10%. The total promised amount to the debtholders is 100 at Date 1. The riskfree interest rate is 10%. a. What is the value of the debt at Date 0? What is the value of the equity at Date 0? b. Suppose the government announces that it guarantees the company’s payment to the debtholders. How much is the government guarantee worth?Q.A company will earn net profits of $100,000 if the economy booms (probability of 80%) and net profits of $60,000 if the economy enters a recession (probability of 20%). The company wants to take out a loan for $74,000 to finance its operations.Treasuries of the same maturity offer an interest rate of 6%. Assume risk neutrality. A)What payoff would the bank receive if it invested $74,000 in Treasuries? B)What payout should the bank be looking for during the boom (in $)? C)What interest rate should the bank quote?Suppose you live in the Fama-French three-factor model world. Goldman Sachs is selling two derivative securities to your company. Both will pay 100 million dollars over a 10 year period. Assume time value of money is zero. Security A will pay out cash that is positively correlated with economic indicators, thus paying out more when economy is booming and less when economy is tanking. Security B will pay out cash that is negatively correlated with economic indicators, thus paying out more when economy is tanking and less when economy is booming. What should be the fair valuation of these two securities at the start of this 10 year period. A<100 million; B>100 million A=B Both are smaller than 100 million and A<B Both securities should be priced lower than 100 millions. But A>B
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- Your firm has a perpetually growing unlevered cash flow equal to 430,000. The growth rate is 2.00%. The firm keeps a constant debt-to-equity ratio equal to 26%. The interest rate on debt is 3.50%. If the unlevered return on equity is 8.25% and the tax rate is 36%, what is the present value of the interest tax shield? Answer is PV(ITS)= 298,631.05 please write the stepsAssume capital markets are perfect. Kabo Industries currently has $12 million invested in shortterm Treasury securities paying 8%, and it pays out the interest payments on these securitieseach year as a dividend. The board is considering selling the Treasury securities and paying outthe proceeds as a one-time dividend payment.i. If the board went ahead with this plan, what would happen to the value of Kabo stock uponthe announcement of a change in policy?ii. What would happen to the value of Kabo stock on the ex-dividend date of the one-timedividend?iii. Given these price reactions, will this decision benefit investors?Based in the U.S., Your firm faces a 25% chance of a potential loss of $20 million next year. If yourfirm implements new policies, it can reduce the chance of this loss by 10%, but these new policieshave an upfront cost of $300,000. Suppose the beta of the loss is 0, and the risk-free interest rate5%.ISa) If the firm is uninsured, what is the NPV of implementing the new policies?b) If the firm is fully insured, what is the NPV of implementing the new policies?c) Given your answer to question b), what is the actuarially fair cost of full insurance?d) What is the minimum-size deductible that would leave your firm with an incentive toimplement the new policies?e) What is the actuarially fair price of an insurance policy with the deductible in question d